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)
| Product Number | 8H69-9-26 |
| Purity | 98 % |
| CAS | 871269-12-4 |
| MDL Number | MFCD07363827 |
| Molecular Formula | C11H14BrNO2S |
| Molecular Weight | 304.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-9-26
CAS: 871269-12-4
Molecule Weight: 304.2
Formula: C11H14BrNO2S
![1-[(3-Bromophenyl)sulfonyl]pyrrolidine](data:image/png;base64,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)
PN: 8H69-9-27
CAS: 214210-14-7
Molecule Weight: 290.18
Formula: C10H12BrNO2S
![1-[(4-Bromophenyl)sulfonyl]piperidine](data:image/png;base64,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)
PN: 8H69-9-25
CAS: 834-66-2
Molecule Weight: 304.2
Formula: C11H14BrNO2S
PN: 8H69-9-02
CAS: 1133116-29-6
Molecule Weight: 276.15
Formula: C9H10BrNO2S
PN: 8669-9-14
CAS: 871269-09-9
Molecule Weight: 292.19
Formula: C10H14BrNO2S
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)
PN: 8H69-9-36
CAS: 951883-98-0
Molecule Weight: 304.2
Formula: C11H14BrNO2S
PN: 8H69-9-X5
CAS: 136350-52-2
Molecule Weight: 290.18
Formula: C10H12BrNO2S
PN: 8669-9-X2
CAS: 871269-11-3
Molecule Weight: 292.19
Formula: C10H14BrNO2S
Melting Point: 80-84 ℃
TSCA: Not listed on TSCA inventory